Sets, Relation and Function: Operations and Laws of Sets, Cartesian Products, Binary Relation, Partial Ordering Relation, Equivalence Relation, Image of a Set, Sum and Product of Functions, Bijective functions, Inverse and Composite Function, Size of a Set, Finite and infinite Sets, Countable and uncountable Sets, Cantor's diagonal argument and The Power Set theorem, Schroeder-Bernstein theorem.
Sir apke video ke karn mujhe alg se choching ya koi institute me nhi jati our Mai Etna paisa effort bhi nhi krti but apke video mere liye bhut helpful h thank you so much sir🙏🙏
सर आपसे गुजारिश है कि फीजिक्स के लिए जो मैथमेटिक्स है उनको किसी सेपरेट प्लेलिस्ट में डालने का कष्ट करें ताकि मैथ्स वालों के साथ साथ हमारा भी भला हो जाये।🙏
Sir,, there is a TYPO in the Total Order Relation definition at (9:07). It reads "For every element a,b belongs to A either a R b, or bRa, or a = b. But the a=b property does not hold for the Total Ordered relation. It must be only either a R b, or b R a.
Thank you sir lattice par bhi video upload kijiye.sir bsc final year ka exam 21 se h sir descrete mathmatics ke sabhi important question karva dijiye sir please.
Sir please make a walkthrough video on mathematics to get admission in NIT For MCA by NIMCET exam, and please include JNUEE (MCA) in video. It would be very helpful to have your guidance in mathematics for NIMCET exam also. Thankyou sir. 🙏🙏 Your loving student
This is wrong,you are referring anti symmetric as asymmetric. But anti symmetric is different than asymmetric.first check the definition. Didn't expect from you🤐.
A relation, R, is antisymmetric if (a,b) in R implies (b,a) is not in R, unless a=b. It is asymmetric if (a,b) in R implies (b,a) is not in R, even if a=b. Asymmetric relations are antisymmetric and irreflexive.
🙏🙏Sir plz jaldi discrete mathematics ka all syllabus complete krayiye hamare exam aa rehe hai agle month se aur mathematics college mai bilkul samajh nahi ata hai🙏🙏
